Keyword: electromagnetic-fields
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MOPWO007 Numerical Calculation of Electromagnetic Fields in Acceleration Cavities Under Precise Consideration of Coupler Structures dipole, cavity, impedance, resonance 897
 
  • C. Liu, W. Ackermann, W.F.O. Müller, T. Weiland
    TEMF, TU Darmstadt, Darmstadt, Germany
 
  Funding: Work supported by BMBF under contract 05H12RD5
The acceleration with superconducting radio frequency cavities requires dedicated couplers to transfer energy from the radio frequency source to the beam. Simultaneously, higher order mode couplers are installed to effectively suppress parasitic modes. Therefore, the numerical eigenmode analysis based on real-valued variables is no longer suitable to describe the dissipative acceleration structure. At the Computational Electromagnetics Laboratory (TEMF) a robust parallel eigenmode solver to calculate the eigenmodes in the lossy acceleration structure is available. This eigenmode solver is based on complex-valued finite element analysis and utilizes basis functions up to the second order on curved tetrahedral elements to enable the high precision elliptical cavity simulations. The eigenmode solver has been applied to the TESLA 1.3 GHz accelerating cavity to determine the resonance frequency, the quality factor and the corresponding field distribution for all 192 eigenmodes up to the 5th dipole passband (3.12 GHz).
 
 
MOPWO061 Numerical Approaches for Simulation of Stochastic Cooling in 2D Phase Space emittance, simulation, coupling, storage-ring 1028
 
  • M. Dolinska
    NASU/INR, Kiev, Ukraine
  • C. Dimopoulou, A. Dolinskyy, F. Nolden
    GSI, Darmstadt, Germany
 
  A consolidated fluid-dynamics algorithm for the analysis of beam dynamics under the influence of the electromagnetic field is presented. Aiming at simulating stochastic cooling of particle beams in 2D space, two numerical algorithms solving the 2D Fokker-Planck Equation are described. As an alternative approach, a numerical method based on the macro-particle tracking turn in turn in the ring (i.e. in the time domain) is introduced. Some results of the simulation of the stochastic cooling in the Collector Ring by both methods are discussed.  
 
TUPFI058 Simulation of Beam-induced Gas Plasma in High Gradient RF Field for Muon Colliders electron, ion, simulation, plasma 1478
 
  • K. Yonehara, M. Chung, A.V. Tollestrup
    Fermilab, Batavia, USA
  • B.T. Freemire
    IIT, Chicago, Illinois, USA
  • R.P. Johnson, T.J. Roberts
    Muons. Inc., USA
  • R.D. Ryne
    LBNL, Berkeley, California, USA
  • V. Samulyak
    BNL, Upton, Long Island, New York, USA
  • K. Yu
    SBU, Stony Brook, USA
 
  There is a strong limit of available RF gradient in a vacuum RF cavity under magnetic fields because the magnetic field enhances a dark current density due to electron focusing and increases probability of an electric breakdown. This limits the cooling performance. A dense hydrogen gas filled RF cavity can break this limit because the gas acts as a buffer of dark current. However, RF power loading due to a beam-induced plasma in a dense gas filled RF cavity (plasma loading effect) is crucial to design the practical cavity. Experiment shows that the plasma loading can be mitigated in denser hydrogen gas and by doping a small amount of electronegative gas in the cavity. A complicate plasma chemical reaction should be dominated in such a dense hydrogen gas condition. A beam-induced plasma is simulated by taking into account the plasma chemistry to reproduce the condition by using the supercomputer at LBNL. We will also investigate the space charge effect in a dense gas in this effort.  
 
WEPWO014 Rf Field-Attenuation Formulae for the Multilayer Coating Model cavity, vacuum, coupling 2343
 
  • T. Kubo, T. Saeki
    KEK, Ibaraki, Japan
  • Y. Iwashita
    Kyoto ICR, Uji, Kyoto, Japan
 
  Formulae that describe the RF electromagnetic field attenuation in the multilayer coating model with a single superconductor layer and a single insulator layer deposited on a bulk superconductor are derived with a rigorous calculation based on the Maxwell equations and the London equation.  
 
WEPWO040 Design of HWR at RISP cavity, simulation, quadrupole, niobium 2387
 
  • G.-T. Park, H.J. Cha, H.C. Jung
    IBS, Daejeon, Republic of Korea
 
  At RISP, superconducting cavity resonators to accelerate the various ions in high current are being developed. In particular, hal-wave resonator (HWR) will be used for β=0.12, f=162.5 MHz. Here we present the structural analysis of HWR, which includes the prediction of resonant frequency shift during the manufacturing and testing process, stiffening measures to minimize the shift, and the tuning mechanism. The processes of welding, polishing, vacuuming, cooling (to crygenic temperature)as well as Lorentz force, helium pressure fluctuation, microphonics, and interaction with the helium vessel and tuning system will be simulated optimizing the frequency shift.  
 
WEPEA037 Testing of Symplectic Integrator of Spin-orbit Motion Based on Matrix Formalism simulation, storage-ring, lattice 2582
 
  • A.N. Ivanov, S.N. Andrianov, N.V. Kulabukhova
    St. Petersburg State University, St. Petersburg, Russia
  • R. Maier, Y. Senichev, D. Zyuzin
    FZJ, Jülich, Germany
 
  Investigation of spin-orbital motion in electromagnetic fields requires different numerical methods. Approaches for long-term evolution modelling need both performance and symplecticity. In this paper we discuss matrix maps method for numerical simulation. We examine symplectification and accuracy in terms of electostatic storage ring. The results are compared with traditional symplectic step-by-step methods.  
 
THPWA032 Fields of Charged Particle Bunches in Chiral Isotropic Medium radiation, polarization, vacuum, factory 3696
 
  • S.N. Galyamin, A.A. Peshkov, A.V. Tyukhtin
    Saint-Petersburg State University, Russia
 
  Funding: Work is supported by Russian Foundation for Basic Research and the Dmitry Zimin "Dynasty" Foundation.
We study electromagnetic fields produced by charged particle bunches moving in a chiral isotropic medium. Such properties are typical for most of organic matters and some artificial materials (metamaterials). Therefore, this subject is of interest for chemical, biological, and medical applications as well as for study of metamaterials. First, we investigate in detail the field of a point charge. We obtain exact and approximate formulas and develop algorithm for calculation of the point charge field. Further, we use these expressions for calculation of fields produced by finite size bunches. We also present the typical energetic patterns of radiation and spectra of energy losses. Possibilities of using the obtained results for different applications are discussed.